{% extends "base.html" %}

{%if p%}
{%block info%}

{%endblock%}
{%endif%}

{%block userlist%}
		<h3 class="index-title" style="font-size:2.8em">
		<img src="/media/user.png" /> About Us
		</h3>

		<div class="desc">

			<h3>How to obtain my rank?</h2>
			<p>
			1)Enter your delicious username in the box next to "Rank ME'.
			<img src="/media/a1.jpg" />
			</p>
			<p>
			2)Click "Rank ME".
			</p>
			<p>
			3)Given that the username exists, your rank will be displayed in the list.
			<img src="/media/a2.jpg" />
			</p>
			<p>
			4)By clicking the blue circles with forward and backward arrows, you will see users who are ranked close to you.
			</p>


			<h3>What is user influence?</h3>

			<p>
				<img src="/media/a3.jpg" style="float:left;"/>
				The user influence corresponds to the power of the user to influence others in the delicious networks. It is evaluated by our algorithm called LeaderRank, which we will briefly describe below. We express the influence in terms of tallies, where the full-scale corresponds to the influence of the top-ranked user. Obviously, the more tallies you get, the higher influence you have in the delicious network.
			</p>



			<h3>What are leaders and fans?</h3>

			<p>

			<img src="/media/a4.jpg" style="float:left;"/>
			Leaders are the users you choose to obtain bookmarks from, while fans are those who receive your bookmarks. In the following example, user A and B are your leaders, and user D, E and F are your fans.
			
			</p>

			<h3>What is the algorithm?</h3>

			<p>
			We call the algorithm LeaderRank. The relation between leaders and fans help us to quantify user influence in the network, and we rank users according to their influence. The rank is not based solely on individual factors, but on the whole topology of the user network. As an example, if you have fans who are influential users, it implies that you are also influential and you will probably get a higher rank.
			
			</p>

			<a class="business-join" href="mailto:free.rank.me@gmail.com">
			  <span class="text">Contact us: <span class="address">free.rank.me@gmail.com</span></span>
			</a>
			<h3>Who are we?</h3>


			<p>
			We are from the Interdisciplinary Research Group in the Department of Physics in University of Fribourg in Switzerland. For a simple description of our research group, please visit http://physics.unifr.ch/en/page/105/. You can also take a look at our group members at http://physics.unifr.ch/en/page/91/. For any queries, please contact us by free.rank.me@gmail.com.
			</p>

			



			
			
		</div>	

{%endblock%}
